The Cohesion UFT series develops the framework defined on the Framework page in formal detail. Papers are grouped by topic. Each title links to its Zenodo record, where the full PDF is available.
Foundations
Papers developing the foundational axiom, the three theorems, and the operator system.
- Cohesion UFT
- A Scale-Hierarchical Pressure Model of the Observable Universe
- Dissecting Motion: The Foundation of Physics
- The Geometry of Motion
- E = pr
- Structural Time
- Thermodynamics as the Unifying Substrate
- General Ontology
- Causality in the Quantum Field
Recursion geometry
Papers developing the funneled-spring geometry and the binary recursion toggle.
- Hexagonal Recursion and the Six-Peak Slip Structure
- The Exact Solution for R(Dst) from the Classical Recursion Field
- The Fine-Structure Constant from the Cohesion Unified Field Theory
Standard Model derivations
Derivations of Standard Model structure, equations, and constants from Cohesion UFT recursion dynamics.
- Gauge Structure of the Standard Model from Torsion Phase Geometry
- The Standard Model Lagrangian from the Cohesion Unified Field Theory
- SU(2) from Bipolar Torsion Geometry
- The Weinberg Angle from SO(10) Recursion Closure Geometry
- The Born Rule from Torsion Density Measurement
- The Schrödinger Equation as a Limit Case of Cohesion UFT Recursion Dynamics
- Running Couplings and Grand Unification in the Cohesion Unified Field Theory
- The Electroweak Scale from Recursion Phase Separation
- Strong Interaction as Torsion Density Resonance
- Pointer State Completeness in the Cohesion Unified Field Theory
- The Dirac Equation from Bipolar Recursion Geometry
- The Grand Unification Scale and Proton Decay in the Cohesion Unified Field Theory
- Collapse of the Wave Function as Universal Operator of Perception
- Recursive Spin-Field Entanglement
Gravitation and cosmology
Large-scale dynamics: rotation curves, cosmological behavior, and galactic-scale structures.
- The Cohesion UFT Rotation-Curve Law, Global Suppression, and the Radial Acceleration Relation
- Identifying Dgal from the MOND Transition
- Curvature as Motion-Generated Field Geometry
- Perihelion Precession as Bipolar Recursion Collapse
- The Cosmological Dynamic: From Constant to Rhythm
- Fermi Bubbles as Galactic-Scale Cadence Cavities
Applied and macroscopic systems
Applications of recursion dynamics to observable physical systems.